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MATH / What is the smallest positive integer, other than 1, that is both a perfect cube and a perfect fourth power?

Problem

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problem

What is the smallest positive integer, other than 11, that is both a perfect cube and a perfect fourth power?
Plain-text mathematical notation (without MathML)
What is the smallest positive integer, other than 1, that is both a perfect cube and a perfect fourth power?
Original LaTeX notation
What is the smallest positive integer, other than $1$, that is both a perfect cube and a perfect fourth power?

level

Level 3

type

Number Theory

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Source and history

Official source

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